@ben.lamotte: 🎆 Chaque été, @Cannes, France accueille l’un des plus prestigieux festivals pyrotechniques au monde ! Et hier soir, c’était au tour de la Chine d’embraser la baie ! Pendant près de deux mois, les meilleurs artificiers internationaux s’affrontent au-dessus de la baie avec des spectacles entièrement synchronisés en musique. Un rendez-vous gratuit à ne pas manquer si tu passes sur la Côte d’Azur cet été. Il reste encore 3 soirées à découvrir : 🇫🇷 France : Mardi 4 août à 22h00 🇫🇮 Finlande : Samedi 15 août à 22h00 🇨🇿 République tchèque : Lundi 24 août à 22h00 📍 Baie de Cannes, Côte d’Azur 🎥 J’ai tourné ces images sur le rooftop du @JW Marriott Cannes 😀 Tu as déjà assisté au Festival d’Art Pyrotechnique de Cannes ? 👉Abonne-toi pour découvrir tous les bons plans du sud ! •••••••• #cotedazur #cannes #frenchriviera #feudartifice #provence Que voir à Cannes • idée programme sud de la France • que faire sur la Côte d’Azur été 2026 • sortie French Riviera • ou voir feu d’artifice

BEN LAMOTTE
BEN LAMOTTE
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Region: FR
Thursday 23 July 2026 06:31:40 GMT
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letmeinyouroceaneswim
𝓞𝓬𝐞́𝓪𝓷𝓮 :
2026-07-23 12:05:07
22
cannes.vibes
Cannes.Vibes 🇲🇫 :
Aaaah la Chine 😍👌
2026-07-23 08:01:56
9
sadounilyesocialbandz
ilyes.sadoun.benkadi :
fier d’avoir assister à tout les feus d’artifice de cannes sur le carlton beach club
2026-07-23 11:59:04
16
ben.lamotte
BEN LAMOTTE :
😍Tu as déjà assisté à un feu d’artifice à Cannes ?
2026-07-23 07:17:23
3
nathanchatelin
nathanchatelin :
tous les ans c'est incroyable
2026-07-23 10:34:30
3
doudz_lifting
Doudz_lifting :
comment faites vous pour aller sur ce rooftop ? il y a une formule ou juste un verre suffit ? merci d'avance 🙏
2026-07-23 13:23:57
2
myba3782
MYMY♓️🇩🇿 :
Ont vie la ou les gens viennent en vacances 🥰
2026-07-24 20:11:18
3
chany92_
Cha’_ メ𝟶 :
Il était magnifique 😍
2026-07-23 14:28:26
1
antoine.aviation29
Antoine.✈️👨‍✈️ :
2026-07-23 10:21:03
2
medinspain5
Medinspain :
Wonderful...🥰🥰🥰🥰🥰🥰🥰🥰🥰🥰🥰
2026-07-24 20:24:02
1
rosieenpriv
rosie :
2026-07-23 22:13:39
2
eau_soleil
Eau_soleil :
🥰🥰🥰🥰🥰🥰
2026-07-23 12:09:54
2
aminaslass
amina :
a oui il était vraiment magnifique 🤩
2026-07-23 12:36:35
3
isabelle26666
Isabelle. :
2026-07-23 11:32:39
2
bylkadu06
𝐍𝐨𝐚𝐦_𝟎𝟔𝐤🇩🇿🔱 :
2026-07-23 15:31:50
1
eliine.prn
eline :
Ou étiez vous pour le voir ?
2026-07-24 19:42:13
1
myba3782
MYMY♓️🇩🇿 :
Ces magique fin ❤️le sud’ bb😍
2026-07-24 20:12:42
1
franceverif.fr
France Verif :
Heu vous savez que c’est hyper cancérigène ???
2026-07-23 17:05:40
1
ostapchukolya1115
Ostapchuk Olya :
Quel est ce restaurant ?
2026-07-26 23:29:43
0
the.friendly.soci
The Friendly Social Club :
Des gens qui veulent sortir, boire des verres ou cafés à Cannes ? 🥰
2026-07-30 14:37:01
0
vsma974
V-S-MA :
C’est quoi le filtre svp ?
2026-07-24 11:54:09
0
tech.house50
tech house :
Thank me later
2026-07-28 09:32:18
0
lissage_cannes_06
Lissage_Cannes_06 :
😍😍
2026-07-23 12:35:54
2
jwmarriottcannes
JW Marriott Cannes :
🤍
2026-07-23 08:25:01
1
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thanks @gravxy for the videos and model || “ya Ali😨😨”🤣 || Graham’s Number Graham’s number is one of the largest numbers ever used in a serious mathematical proof. It became famous because of its unimaginable size, even though it is far larger than any quantity that could ever exist in the observable universe. The number was introduced by mathematician Ronald Graham while working on a problem in an area of mathematics called combinatorics. Unlike ordinary large numbers such as one million or one trillion, Graham’s number cannot be written using standard decimal notation because there is not enough space in the universe to write all of its digits. Even writing the first few digits directly is impossible. Instead, mathematicians define it using a special notation called up-arrow notation, created by Donald Knuth. This notation allows extremely large numbers to be described with a relatively short expression. Graham’s number is built through a sequence of numbers. The first number in the sequence is already unimaginably large, and each new number is defined using the previous one in a way that causes its size to grow at an extraordinary rate. After repeating this process 64 times, the final result is Graham’s number. Even the first step is vastly larger than numbers that appear in physics or astronomy. Despite its incredible size, Graham’s number is still finite. This means it has a definite value, even though humans could never write it out completely. It is also much smaller than many numbers studied in advanced mathematics, such as certain values that arise in fast-growing functions. What makes Graham’s number famous is not that it is the largest possible number, but that it naturally appeared in a legitimate mathematical proof rather than being invented simply to be enormous. One interesting fact is that mathematicians have determined the last digits of Graham’s number despite being unable to calculate the entire number. Using advanced mathematical techniques, they found that the final ten digits are 2464195387. This shows that even numbers of unimaginable size can still have properties that can be studied. In conclusion, Graham’s number is an extraordinary example of how mathematics can extend far beyond everyday intuition. It demonstrates the power of mathematical notation, the creativity of mathematicians, and the surprising fact that numbers too large to comprehend can still play an important role in solving real mathematical problems. Although it is impossible to visualize or write in full, Graham’s number remains one of the most fascinating concepts in modern mathematics. #tcc #iraq #saudi #saudiarabia #f15
thanks @gravxy for the videos and model || “ya Ali😨😨”🤣 || Graham’s Number Graham’s number is one of the largest numbers ever used in a serious mathematical proof. It became famous because of its unimaginable size, even though it is far larger than any quantity that could ever exist in the observable universe. The number was introduced by mathematician Ronald Graham while working on a problem in an area of mathematics called combinatorics. Unlike ordinary large numbers such as one million or one trillion, Graham’s number cannot be written using standard decimal notation because there is not enough space in the universe to write all of its digits. Even writing the first few digits directly is impossible. Instead, mathematicians define it using a special notation called up-arrow notation, created by Donald Knuth. This notation allows extremely large numbers to be described with a relatively short expression. Graham’s number is built through a sequence of numbers. The first number in the sequence is already unimaginably large, and each new number is defined using the previous one in a way that causes its size to grow at an extraordinary rate. After repeating this process 64 times, the final result is Graham’s number. Even the first step is vastly larger than numbers that appear in physics or astronomy. Despite its incredible size, Graham’s number is still finite. This means it has a definite value, even though humans could never write it out completely. It is also much smaller than many numbers studied in advanced mathematics, such as certain values that arise in fast-growing functions. What makes Graham’s number famous is not that it is the largest possible number, but that it naturally appeared in a legitimate mathematical proof rather than being invented simply to be enormous. One interesting fact is that mathematicians have determined the last digits of Graham’s number despite being unable to calculate the entire number. Using advanced mathematical techniques, they found that the final ten digits are 2464195387. This shows that even numbers of unimaginable size can still have properties that can be studied. In conclusion, Graham’s number is an extraordinary example of how mathematics can extend far beyond everyday intuition. It demonstrates the power of mathematical notation, the creativity of mathematicians, and the surprising fact that numbers too large to comprehend can still play an important role in solving real mathematical problems. Although it is impossible to visualize or write in full, Graham’s number remains one of the most fascinating concepts in modern mathematics. #tcc #iraq #saudi #saudiarabia #f15

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